Stanley Depth of Multigraded Modules

Abstract

The Stanley's Conjecture on Cohen-Macaulay multigraded modules is studied especially in dimension 2. In codimension 2 similar results were obtained by Herzog, Soleyman-Jahan and Yassemi. As a consequence of our results Stanley's Conjecture holds in 5 variables.

References in corpus (3)

• Stanley Conjecture in small embedding dimension
• Sequentially Cohen-Macaulay monomial ideals of embedding dimension four
• Criterions for Shellable Multicomplexes

Cited by in corpus (2)

• Stanley depth of square free Veronese ideals
• Some remarks on the Stanley's depth for multigraded modules